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RWHermRangeEigServer< TypeT > Class Template Reference
[Symmetric Eigenvalue Decomposition]

The Hermitian eigenvalue server class, allowing the computation of only the eigenvalues in a given range and (optionally) their corresponding eigenvectors. More...

#include <rw/lapack/heigsrv.h>

Inheritance diagram for RWHermRangeEigServer< TypeT >:
RWHermEigServer< TypeT >

List of all members.

Public Member Functions

 RWHermRangeEigServer (bool computeVecs=true)
virtual RWSymEigDecomp< double > decompose (const RWTriDiagDecomp< TypeT > &A)
double setTolerance (double tolerance)
void setRange (double from, double to)
double setSmall (double small)
double setLarge (double large)
virtual bool computeEigenVectors () const
void computeEigenVectors (bool computeVecs)

Detailed Description

template<class TypeT>
class RWHermRangeEigServer< TypeT >

The Hermitian eigenvalue server class, RWHermRangeEigServer<T> , allows the computation of only the eigenvalues in a given range and (optionally) their corresponding eigenvectors. The computation uses the bisection method to find the eigenvalues, followed by inverse iteration to find the eigenvectors.

Synopsis

 #include <rw/lapack/heigsrv.h>
 
 RWHermRangeEigServer<DComplex> server;
 RWHermEigDecomp<DComplex> eig = server(A);  // A is a
                                             // RWHermBandMat<DComplex>

Examples

 #include <iostream>
 #include <rw/lapack/heigsrv.h>
 
 int main()
 {
     RWHermMat<DComplex> A;                 // input a matrix
     std::cin >> A;
 
     RWHermRangeEigServer<DComplex> server; // configure a server
     server.setRange(0.0, 0.5);             // Set the range from 0.0 to 0.5
     RWHermEigDecomp<DComplex> eig = server(A);

     return 0;
 }

Constructor & Destructor Documentation

template<class TypeT>
RWHermRangeEigServer< TypeT >::RWHermRangeEigServer ( bool  computeVecs = true  ) 

Constructs a server. The parameter indicates whether this server should be configured to compute eigenvectors as well as eigenvalues. The new server is configured to compute all eigenvalues.


Member Function Documentation

template<class TypeT>
void RWHermRangeEigServer< TypeT >::computeEigenVectors ( bool  computeVecs  ) 

Sets whether or not the server should compute eigenvectors as well as eigenvalues.

template<class TypeT>
virtual bool RWHermRangeEigServer< TypeT >::computeEigenVectors (  )  const [virtual]

Returns true if this server is configured to compute eigenvectors as well as eigenvalues.

Implements RWHermEigServer< TypeT >.

template<class TypeT>
virtual RWSymEigDecomp<double> RWHermRangeEigServer< TypeT >::decompose ( const RWTriDiagDecomp< TypeT > &  A  )  [virtual]

Computes the eigenvalue decomposition of the tridiagonal matrix inside the tridiagonal decomposition.

Implements RWHermEigServer< TypeT >.

template<class TypeT>
double RWHermRangeEigServer< TypeT >::setLarge ( double  large  ) 

Sets the upper boundary on the range of eigenvalues to be computed. Returns the previous upper boundary.

template<class TypeT>
void RWHermRangeEigServer< TypeT >::setRange ( double  from,
double  to 
)

Sets the range of eigenvalues to be computed. To set up a range which is open on one side (extends to infinity), you can use the setSmall() or setLarge() functions.

template<class TypeT>
double RWHermRangeEigServer< TypeT >::setSmall ( double  small  ) 

Sets the lower boundary on the range of eigenvalues to be computed. Returns the previous lower boundary.

template<class TypeT>
double RWHermRangeEigServer< TypeT >::setTolerance ( double  tolerance  ) 

Sets the tolerance to which you must compute the eigenvalues. Returns the previous tolerance.

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